Three flat layers of transparent material are stacked upon one another.The top layer has index of refraction n₁,the middle has n₂ and the bottom one has n₃.If n₁ < n₂ < n₃,at what angle of incidence will a ray of light traverse the three layers in a single straight line?
A)
$Three flat layers of transparent material are stacked upon one another.The top layer has index of refraction n1,the middle has n2 and the bottom one has n3.If n1 < n2 < n3,at what angle of incidence will a ray of light traverse the three layers in a single straight line? A) B) C) D) There is such an angle,but it is not given.$
B)
$Three flat layers of transparent material are stacked upon one another.The top layer has index of refraction n1,the middle has n2 and the bottom one has n3.If n1 < n2 < n3,at what angle of incidence will a ray of light traverse the three layers in a single straight line? A) B) C) D) There is such an angle,but it is not given.$
C)
$Three flat layers of transparent material are stacked upon one another.The top layer has index of refraction n1,the middle has n2 and the bottom one has n3.If n1 < n2 < n3,at what angle of incidence will a ray of light traverse the three layers in a single straight line? A) B) C) D) There is such an angle,but it is not given.$
D) There is such an angle,but it is not given.

A Ray of Light Travels from a Glass-To-Liquid Interface at an Angle

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